Let $A$ be an $n\times n$ diagonalizable non-symmetric matrix. Let
$$A = U \Lambda U^{-1}$$
What (if any) is the relationship between the condition number of eigenvector matrix $U$ and $A$ ?
Let $A$ be an $n\times n$ diagonalizable non-symmetric matrix. Let
$$A = U \Lambda U^{-1}$$
What (if any) is the relationship between the condition number of eigenvector matrix $U$ and $A$ ?
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